Find the consumer surplus and producer surplus.
?
Demand 
?
Supply 
?
A. Consumer surplus: $25,000,150Producer surplus: $12,500,400
B. Consumer surplus: $25,000,200Producer surplus: $12,500,300
C. Consumer surplus: $25,000,100 Producer surplus: $12,500,100
D. Consumer surplus: $25,000,050 Producer surplus: $12,500,200
E. Consumer surplus: $25,000,000 Producer surplus: $12,500,000
Answer: E
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Solve the problem.A boat has a capacity of 3000 pounds. If a passenger averages 160 pounds, and a piece of cargo averages 50 pounds, write an inequality that describes when x passengers and y pieces of cargo will cause the boat to be overloaded. Graph the inequality. Because x and y must be positive, limit the graph to quadrant I only.
A. 160x + 50y < 3000
B. 160x + 50y ? 3000
C. 160x + 50y > 3000
D. 160x + 50y ? 3000
Evaluate the expression using the order of operations.| -5 | - | -6 - 2 |
A. -13 B. 3 C. 13 D. -3
The rectangular coordinates of a point are given. Express the point in polar coordinates with and
(-2, 0)
A. (-2, 180°) B. (2, 180°) C. (2, 270°) D. (2, 90°)
Solve the problem.x varies inversely as v, and x = 35 when v = 2. Find x when v = 10.
A. x = 14 B. x = 4 C. x = 7 D. x = 5